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+ Input_Jahr_2023.xlsx filter=lfs diff=lfs merge=lfs -text
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+ model_data.pkl filter=lfs diff=lfs merge=lfs -text
Input_Jahr_2023.xlsx ADDED
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+ version https://git-lfs.github.com/spec/v1
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+ oid sha256:071c0d7133608f15f5daf16663cd7cbd172113d50fc9ec6026fa40f9f7d91128
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+ size 1050705
app.py ADDED
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1
+ # -*- coding: utf-8 -*-
2
+ """
3
+ Energy system optimization model
4
+
5
+ HEMF EWL: Christopher Jahns, Julian Radek, Hendrik Kramer, Cornelia Klüter, Yannik Pflugfelder
6
+ """
7
+
8
+ import numpy as np
9
+ import pandas as pd
10
+ import xarray as xr
11
+ import plotly.express as px
12
+ import plotly.graph_objects as go
13
+ import streamlit as st
14
+ from io import BytesIO
15
+ import xlsxwriter
16
+ from linopy import Model
17
+ import sourced as src
18
+ import time
19
+
20
+
21
+ # Main function to run the Streamlit app
22
+ def main():
23
+ """
24
+ Main function to set up and solve the energy system optimization model, and handle user inputs and outputs.
25
+ """
26
+ setup_page()
27
+
28
+ settings = load_settings()
29
+
30
+ # fill session space with variables that are needed on all pages
31
+ if 'settings' not in st.session_state:
32
+ st.session_state.df = load_settings()
33
+ st.session_state.settings = settings
34
+
35
+ if 'url_excel' not in st.session_state:
36
+ st.session_state.url_excel = None
37
+
38
+ if 'ui_model' not in st.session_state:
39
+ st.session_state.url_excel = None
40
+
41
+ if 'output' not in st.session_state:
42
+ st.session_state.output = BytesIO()
43
+
44
+
45
+ setup_sidebar(st.session_state.settings["df"])
46
+
47
+
48
+
49
+ # # Navigation
50
+ # pg = st.navigation([st.Page(page_model, title=st.session_state.settings["df"].loc['menu_modell',st.session_state.lang], icon="📊"),
51
+ # st.Page(page_documentation, title=st.session_state.settings["df"].loc['menu_doku',st.session_state.lang], icon="📓"),
52
+ # st.Page(page_about_us, title=st.session_state.settings["df"].loc['menu_impressum',st.session_state.lang], icon="💬")],
53
+ # expanded=True)
54
+
55
+ # # # Run the app
56
+ # pg.run()
57
+
58
+ # Create tabs for navigation
59
+ tabs = st.tabs([
60
+ st.session_state.settings["df"].loc['menu_modell', st.session_state.lang],
61
+ st.session_state.settings["df"].loc['menu_doku', st.session_state.lang],
62
+ st.session_state.settings["df"].loc['menu_impressum', st.session_state.lang]
63
+ ])
64
+
65
+ # Load and display content based on the selected tab
66
+ with tabs[0]: # Model page
67
+ page_model()
68
+ with tabs[1]: # Documentation page
69
+ page_documentation()
70
+ with tabs[2]: # About Us page
71
+ page_about_us()
72
+
73
+
74
+
75
+
76
+ # Load settings and initial configurations
77
+ def load_settings():
78
+ """
79
+ Load settings for the app, including colors and language information.
80
+ """
81
+ settings = {
82
+ 'write_pickle_from_standard_excel': True,
83
+ 'df': pd.read_csv("language.csv", encoding="iso-8859-1", index_col="Label", sep=";"),
84
+ 'color_dict': {
85
+ 'Biomass': 'lightgreen',
86
+ 'Lignite': 'saddlebrown',
87
+ 'Fossil Hard coal': 'chocolate', # Ein Braunton ähnlich Lignite
88
+ 'Fossil Oil': 'black',
89
+ 'CCGT': 'lightgray', # Hellgrau
90
+ 'OCGT': 'darkgray', # Dunkelgrau
91
+ 'RoR': 'aquamarine',
92
+ 'Hydro Water Reservoir': 'lightsteelblue',
93
+ 'Nuclear': 'gold',
94
+ 'PV': 'yellow',
95
+ 'WindOff': 'darkblue',
96
+ 'WindOn': 'green',
97
+ 'H2': 'tomato',
98
+ 'Pumped Hydro Storage': 'skyblue',
99
+ 'Battery storages': 'firebrick',
100
+ 'Electrolyzer': 'yellowgreen'
101
+ },
102
+ 'colors': {
103
+ 'hemf_blau_dunkel': "#00386c",
104
+ 'hemf_blau_hell': "#00529f",
105
+ 'hemf_rot_dunkel': "#8b310d",
106
+ 'hemf_rot_hell': "#d04119",
107
+ 'hemf_grau': "#dadada"
108
+ }
109
+ }
110
+ return settings
111
+
112
+ # Initialize Streamlit app
113
+ def setup_page():
114
+ """
115
+ Set up the Streamlit page with a specific layout, title, and favicon.
116
+ """
117
+ st.set_page_config(layout="wide", page_title="Investment tool", page_icon="media/favicon.ico", initial_sidebar_state="expanded")
118
+
119
+
120
+ # Sidebar for language and links
121
+ def setup_sidebar(df):
122
+ """
123
+ Set up the sidebar with language options and external links.
124
+ """
125
+ st.session_state.lang = st.sidebar.selectbox("Language", ["🇬🇧 EN", "🇩🇪 DE"], key="foo", label_visibility="collapsed")[-2:]
126
+
127
+ st.sidebar.markdown("""
128
+ <style>
129
+ text-align: center;
130
+ display: block;
131
+ margin-left: auto;
132
+ margin-right: auto;
133
+ width: 100%;
134
+ </style>
135
+ """, unsafe_allow_html=True)
136
+
137
+ with st.sidebar:
138
+ left_co, cent_co, last_co = st.columns([0.1, 0.8, 0.1])
139
+ with cent_co:
140
+ st.text(" ") # add vertical empty space
141
+ ""+df.loc['menu_text', st.session_state.lang]
142
+ st.text(" ") # add vertical empty space
143
+
144
+ if st.session_state.lang == "DE":
145
+ st.write("Schaue vorbei beim")
146
+ st.markdown(r'[Lehrstuhl für Energiewirtschaft](https://www.ewl.wiwi.uni-due.de)', unsafe_allow_html=True)
147
+ elif st.session_state.lang == "EN":
148
+ st.write("Get in touch with the")
149
+ st.markdown(r'[Chair of Management Science and Energy Economics](https://www.ewl.wiwi.uni-due.de/en)', unsafe_allow_html=True)
150
+
151
+ st.text(" ") # add vertical empty space
152
+ st.image("media/Logo_HEMF.svg", width=200)
153
+ st.image("media/Logo_UDE.svg", width=200)
154
+
155
+
156
+ # Load model input data
157
+ def load_model_input(df, write_pickle_from_standard_excel):
158
+ """
159
+ Load model input data from Excel or Pickle based on user input.
160
+ """
161
+ if st.session_state.url_excel is None:
162
+ if write_pickle_from_standard_excel:
163
+ url_excel = r'Input_Jahr_2023.xlsx'
164
+ sets_dict, params_dict = src.load_data_from_excel(url_excel, write_to_pickle_flag=True)
165
+ sets_dict, params_dict = src.load_from_pickle()
166
+ #st.write(df.loc['model_title1.1', st.session_state.lang])
167
+ # st.write('Running with standard data')
168
+ else:
169
+ url_excel = st.session_state.url_excel
170
+ sets_dict, params_dict = src.load_data_from_excel(url_excel, load_from_pickle_flag=False)
171
+ st.write(df.loc['model_title1.2', st.session_state.lang])
172
+
173
+ return sets_dict, params_dict
174
+
175
+
176
+
177
+ def page_documentation():
178
+ """
179
+ Display documentation and mathematical model details.
180
+ """
181
+
182
+ df = st.session_state.settings["df"]
183
+
184
+ st.header(df.loc['constr_header1', st.session_state.lang])
185
+ st.write(df.loc['constr_header2', st.session_state.lang])
186
+
187
+ col1, col2 = st.columns([6, 4])
188
+
189
+ with col1:
190
+ st.header(df.loc['constr_header3', st.session_state.lang])
191
+
192
+ with st.container():
193
+
194
+ # Objective function
195
+ st.subheader(df.loc['constr_subheader_obj_func', st.session_state.lang])
196
+ st.write(df.loc['constr_subheader_obj_func_descr', st.session_state.lang])
197
+ st.latex(r''' \text{min } C^{tot} = C^{op} + C^{inv}''')
198
+
199
+ # Operational costs minus revenue for produced hydrogen
200
+ st.write(df.loc['constr_c_op', st.session_state.lang])
201
+ st.latex(r''' C^{op} = \sum_{i} y_{t,i} \cdot \left( \frac{c^{fuel}_{i}}{\eta_i} + c_{i}^{other} \right) \cdot \Delta t - \sum_{i \in \mathcal{I}^{PtG}} y^{h2}_{t,i} \cdot p^{h2} \cdot \Delta t''')
202
+
203
+ # Investment costs
204
+ st.write(df.loc['constr_c_inv', st.session_state.lang])
205
+ st.latex(r''' C^{inv} = \sum_{i} a_{i} \cdot K_{i} \cdot c^{inv}_{i}''')
206
+
207
+ # Constraints
208
+ st.subheader(df.loc['subheader_constr', st.session_state.lang])
209
+
210
+ # Load-serving constraint
211
+ st.write(df.loc['constr_load_serve', st.session_state.lang])
212
+ st.latex(r''' \left( \sum_{i} y_{t,i} - \sum_{i} y_{t,i}^{ch} \right) \cdot \Delta t = D_t \cdot \Delta t, \quad \forall t \in \mathcal{T}''')
213
+
214
+ # Maximum capacity limit
215
+ st.write(df.loc['constr_max_cap', st.session_state.lang])
216
+ st.latex(r''' y_{t,i} - K_{i} \leq K_{0,i}, \quad \forall i \in \mathcal{I}''')
217
+
218
+ # Capacity limits for investment
219
+ st.write(df.loc['constr_inv_cap', st.session_state.lang])
220
+ st.latex(r''' K_{i} \leq 0, \quad \forall i \in \mathcal{I}^{no\_invest}''')
221
+
222
+ # Prevent power production by PtG
223
+ st.write(df.loc['constr_prevent_ptg', st.session_state.lang])
224
+ st.latex(r''' y_{t,i} = 0, \quad \forall i \in \mathcal{I}^{PtG}''')
225
+
226
+ # Prevent charging for non-storage technologies
227
+ st.write(df.loc['constr_prevent_chg', st.session_state.lang])
228
+ st.latex(r''' y_{t,i}^{ch} = 0, \quad \forall i \in \mathcal{I} \setminus \{ \mathcal{I}^{PtG} \cup \mathcal{I}^{Sto} \}''')
229
+
230
+ # Maximum storage charging and discharging
231
+ st.write(df.loc['constr_max_chg', st.session_state.lang])
232
+ st.latex(r''' y_{t,i} + y_{t,i}^{ch} - K_{i} \leq K_{0,i}, \quad \forall i \in \mathcal{I}^{Sto}''')
233
+
234
+ # Maximum electrolyzer capacity
235
+ st.write(df.loc['constr_max_cap_electrolyzer', st.session_state.lang])
236
+ st.latex(r''' y_{t,i}^{ch} - K_{i} \leq K_{0,i}, \quad \forall i \in \mathcal{I}^{PtG}''')
237
+
238
+ # PtG H2 production
239
+ st.write(df.loc['constr_prod_ptg', st.session_state.lang])
240
+ st.latex(r''' y_{t,i}^{ch} \cdot \eta_i = y_{t,i}^{h2}, \quad \forall i \in \mathcal{I}^{PtG}''')
241
+
242
+ # Infeed of renewables
243
+ st.write(df.loc['constr_inf_res', st.session_state.lang])
244
+ st.latex(r''' y_{t,i} + y_{t,i}^{curt} = s_{t,r,i} \cdot (K_{0,i} + K_i), \quad \forall i \in \mathcal{I}^{Res}''')
245
+
246
+ # Maximum filling level restriction for storage power plants
247
+ st.write(df.loc['constr_max_fil_sto', st.session_state.lang])
248
+ # st.latex(r''' l_{t,i} \leq K_{0,i} \cdot e2p_i, \quad \forall i \in \mathcal{I}^{Sto}''')
249
+ st.latex(r''' l_{t,i} \leq (K_{0,i} + K_{i}) \cdot \gamma_i^{Sto}, \quad \forall i \in \mathcal{I}^{Sto}''')
250
+
251
+ # Filling level restriction for hydro reservoir
252
+ st.write(df.loc['constr_fil_hyres', st.session_state.lang])
253
+ st.latex(r''' l_{t+1,i} = l_{t,i} + ( h_{t,i} - y_{t,i}) \cdot \Delta t, \quad \forall i \in \mathcal{I}^{HyRes}''')
254
+
255
+ # Filling level restriction for other storages
256
+ st.write(df.loc['constr_fil_sto', st.session_state.lang])
257
+ st.latex(r''' l_{t+1,i} = l_{t,i} - \left(\frac{y_{t,i}}{\eta_i} - y_{t,i}^{ch} \cdot \eta_i \right) \cdot \Delta t, \quad \forall i \in \mathcal{I}^{Sto}''')
258
+
259
+ # CO2 emission constraint
260
+ st.write(df.loc['constr_co2_lim', st.session_state.lang])
261
+ st.latex(r''' \sum_{t} \sum_{i} \frac{y_{t,i}}{\eta_i} \cdot \chi^{CO2}_i \cdot \Delta t \leq L^{CO2}''')
262
+
263
+
264
+ with col2:
265
+
266
+ symbols_container = st.container()
267
+ with symbols_container:
268
+ st.header(df.loc['symb_header1', st.session_state.lang])
269
+ st.write(df.loc['symb_header2', st.session_state.lang])
270
+
271
+ st.subheader(df.loc['symb_header_sets', st.session_state.lang])
272
+ st.write(f"$\mathcal{{T}}$: {df.loc['symb_time_steps', st.session_state.lang]}")
273
+ st.write(f"$\mathcal{{I}}$: {df.loc['symb_tech', st.session_state.lang]}")
274
+ st.write(f"$\mathcal{{I}}^{{\\text{{Sto}}}}$: {df.loc['symb_sto_tech', st.session_state.lang]}")
275
+ st.write(f"$\mathcal{{I}}^{{\\text{{Conv}}}}$: {df.loc['symb_conv_tech', st.session_state.lang]}")
276
+ st.write(f"$\mathcal{{I}}^{{\\text{{PtG}}}}$: {df.loc['symb_ptg', st.session_state.lang]}")
277
+ st.write(f"$\mathcal{{I}}^{{\\text{{Res}}}}$: {df.loc['symb_res', st.session_state.lang]}")
278
+ st.write(f"$\mathcal{{I}}^{{\\text{{HyRes}}}}$: {df.loc['symb_hyres', st.session_state.lang]}")
279
+ st.write(f"$\mathcal{{I}}^{{\\text{{no\_invest}}}}$: {df.loc['symb_no_inv', st.session_state.lang]}")
280
+
281
+
282
+
283
+ # Variables section
284
+ st.subheader(df.loc['symb_header_variables', st.session_state.lang])
285
+ st.write(f"$C^{{tot}}$: {df.loc['symb_tot_costs', st.session_state.lang]}")
286
+ st.write(f"$C^{{op}}$: {df.loc['symb_c_op', st.session_state.lang]}")
287
+ st.write(f"$C^{{inv}}$: {df.loc['symb_c_inv', st.session_state.lang]}")
288
+ st.write(f"$K_i$: {df.loc['symb_inst_cap', st.session_state.lang]}")
289
+ st.write(f"$y_{{t,i}}$: {df.loc['symb_el_prod', st.session_state.lang]}")
290
+ st.write(f"$y_{{t, i}}^{{ch}}$: {df.loc['symb_el_ch', st.session_state.lang]}")
291
+ st.write(f"$l_{{t,i}}$: {df.loc['symb_sto_fil', st.session_state.lang]}")
292
+ st.write(f"$y_{{t, i}}^{{curt}}$: {df.loc['symb_curt', st.session_state.lang]}")
293
+ st.write(f"$y_{{t, i}}^{{h2}}$: {df.loc['symb_h2_ptg', st.session_state.lang]}")
294
+
295
+
296
+ # Parameters section
297
+ st.subheader(df.loc['symb_header_parameters', st.session_state.lang])
298
+ st.write(f"$D_t$: {df.loc['symb_energy_demand', st.session_state.lang]}")
299
+ st.write(f"$p^{{h2}}$: {df.loc['symb_price_h2', st.session_state.lang]}")
300
+ st.write(f"$c^{{fuel}}_{{i}}$: {df.loc['symb_fuel_costs', st.session_state.lang]}")
301
+ st.write(f"$c_{{i}}^{{other}}$: {df.loc['symb_c_op_other', st.session_state.lang]}")
302
+ st.write(f"$c^{{inv}}_{{i}}$: {df.loc['symb_c_inv_tech', st.session_state.lang]}")
303
+ st.write(f"$a_{{i}}$: {df.loc['symb_annuity', st.session_state.lang]}")
304
+ st.write(f"$\eta_i$: {df.loc['symb_eff_fac', st.session_state.lang]}")
305
+ st.write(f"$K_{{0,i}}$: {df.loc['symb_max_cap_tech', st.session_state.lang]}")
306
+ st.write(f"$\chi^{{CO2}}_i$: {df.loc['symb_co2_fac', st.session_state.lang]}")
307
+ st.write(f"$L^{{CO2}}$: {df.loc['symb_co2_limit', st.session_state.lang]}")
308
+ # st.write(f"$e2p_{{\\text{{Sto}}, i}}$: {df.loc['symb_etp', st.session_state.lang]}")
309
+ st.write(f"$\gamma^{{\\text{{Sto}}}}_{{i}}$: {df.loc['symb_etp', st.session_state.lang]}")
310
+ st.write(f"$s_{{t, r, i}}$: {df.loc['symb_res_supply', st.session_state.lang]}")
311
+ st.write(f"$h_{{t, i}}$: {df.loc['symb_hyRes_inflow', st.session_state.lang]}")
312
+
313
+ # css = float_css_helper(top="50")
314
+ # symbols_container.float(css)
315
+
316
+
317
+ def page_about_us():
318
+ """
319
+ Display information about the team and the project.
320
+ """
321
+ st.write("About Us/Impressum")
322
+
323
+
324
+ def page_model(): #, write_pickle_from_standard_excel, color_dict):
325
+ """
326
+ Display the main model page for energy system optimization.
327
+
328
+ This function sets up the user interface for the model input parameters, loads data, and configures the
329
+ optimization model before solving it and presenting the results.
330
+ """
331
+
332
+ df = st.session_state.settings["df"]
333
+ color_dict = st.session_state.settings["color_dict"]
334
+ write_pickle_from_standard_excel = st.session_state.settings["write_pickle_from_standard_excel"]
335
+
336
+
337
+
338
+
339
+ # Load data from Excel or Pickle
340
+ sets_dict, params_dict = load_model_input(df, write_pickle_from_standard_excel)
341
+
342
+ # Unpack sets_dict into the workspace
343
+ t = sets_dict['t']
344
+ t_original = sets_dict['t']
345
+ i = sets_dict['i']
346
+ iSto = sets_dict['iSto']
347
+ iConv = sets_dict['iConv']
348
+ iPtG = sets_dict['iPtG']
349
+ iRes = sets_dict['iRes']
350
+ iHyRes = sets_dict['iHyRes']
351
+
352
+ # Unpack params_dict into the workspace
353
+ l_co2 = params_dict['l_co2']
354
+ p_co2 = params_dict['p_co2']
355
+ eff_i = params_dict['eff_i']
356
+ life_i = params_dict['life_i']
357
+ c_fuel_i = params_dict['c_fuel_i']
358
+ c_other_i = params_dict['c_other_i']
359
+ c_inv_i = params_dict['c_inv_i']
360
+ co2_factor_i = params_dict['co2_factor_i']
361
+ K_0_i = params_dict['K_0_i']
362
+ e2p_iSto = params_dict['e2p_iSto']
363
+
364
+ # Adjust efficiency for storage technologies
365
+ eff_i.loc[iSto] = np.sqrt(eff_i.loc[iSto]) # Apply square root to cycle efficiency for storage technologies
366
+
367
+ # Create columns for UI layout
368
+ col1, col2 = st.columns([0.30, 0.70], gap="large")
369
+
370
+ # Load input data
371
+ with col1:
372
+
373
+ st.title(df.loc['model_title1', st.session_state.lang])
374
+
375
+ with open('Input_Jahr_2023.xlsx', 'rb') as f:
376
+ st.download_button(df.loc['model_title1.3',st.session_state.lang], f, file_name='Input_Jahr_2023.xlsx') # Download button for Excel template
377
+
378
+ with st.form("input_file"):
379
+
380
+
381
+ st.session_state.url_excel = st.file_uploader(label=df.loc['model_title1.4',st.session_state.lang]) # File uploader for user Excel file
382
+
383
+ #st.title(df.loc['model_title4', st.session_state.lang])
384
+
385
+ run_model_excel = st.form_submit_button(df.loc['model_run_info_excel', st.session_state.lang]) #, key="run_model_button", help=df.loc['run_model_button_info',st.session_state.lang])
386
+ #else:
387
+ # run_model = st.button(df.loc['model_run_info_gui', st.session_state.lang], key="run_model_button", help=df.loc['run_model_button_info',st.session_state.lang])
388
+
389
+
390
+
391
+
392
+
393
+ # Set up user interface for parameters
394
+ with col2:
395
+
396
+ st.title(df.loc['model_title3', st.session_state.lang])
397
+
398
+
399
+
400
+ with st.form("input_custom"):
401
+
402
+ col1form, col2form, col3form = st.columns([0.25, 0.25, 0.50])
403
+
404
+ # colum 1 form
405
+ l_co2 = col1form.slider(value=int(params_dict['l_co2']), min_value=0, max_value=750, label=df.loc['model_label_co2',st.session_state.lang], step=50)
406
+ price_h2 = col1form.slider(value=100, min_value=0, max_value=300, label=df.loc['model_label_h2',st.session_state.lang], step=10)
407
+ for i_idx in params_dict['c_fuel_i'].get_index('i'):
408
+ if i_idx in ['Lignite']:
409
+ params_dict['c_fuel_i'].loc[i_idx] = col1form.slider(value=int(params_dict['c_fuel_i'].loc[i_idx]),
410
+ min_value=0, max_value=300, label=df.loc[f'model_label_{i_idx}',st.session_state.lang], step=10)
411
+
412
+ # colum 1 form
413
+ for i_idx in params_dict['c_fuel_i'].get_index('i'):
414
+ if i_idx in ['Fossil Hard coal', 'Fossil Oil', 'CCGT']:
415
+ params_dict['c_fuel_i'].loc[i_idx] = col2form.slider(value=int(params_dict['c_fuel_i'].loc[i_idx]),
416
+ min_value=0, max_value=300, label=df.loc[f'model_label_{i_idx}',st.session_state.lang], step=10)
417
+ params_dict['c_fuel_i'].loc['OCGT'] = params_dict['c_fuel_i'].loc['CCGT']
418
+ # Create a dictionary to map German names to English names
419
+ tech_mapping_de_to_en = {
420
+ df.loc[f'tech_{tech.lower()}', 'DE']: df.loc[f'tech_{tech.lower()}', 'EN']
421
+ for tech in sets_dict['i'] if f'tech_{tech.lower()}' in df.index
422
+ }
423
+
424
+ # Set options and default values based on the selected language
425
+ if st.session_state.lang == 'DE':
426
+ # German options for the user interface
427
+ options = [
428
+ df.loc[f'tech_{tech.lower()}', 'DE'] for tech in sets_dict['i'] if f'tech_{tech.lower()}' in df.index
429
+ ]
430
+ default = [
431
+ df.loc[f'tech_{tech.lower()}', 'DE'] for tech in ['Lignite', 'CCGT', 'OCGT', 'Fossil Hard coal', 'Fossil Oil', 'PV', 'WindOff', 'WindOn', 'H2', 'Pumped Hydro Storage', 'Battery storages', 'Electrolyzer']
432
+ if f'tech_{tech.lower()}' in df.index
433
+ ]
434
+ else:
435
+ # English options for the user interface
436
+ options = sets_dict['i']
437
+ default = ['Lignite', 'CCGT', 'OCGT', 'Fossil Hard coal', 'Fossil Oil', 'PV', 'WindOff', 'WindOn', 'H2', 'Pumped Hydro Storage', 'Battery storages', 'Electrolyzer']
438
+
439
+ # Multiselect for technology options in the user interface
440
+ selected_technologies = col3form.multiselect(
441
+ label=df.loc['model_label_tech', st.session_state.lang],
442
+ options=options,
443
+ default=[tech for tech in default if tech in options]
444
+ )
445
+
446
+ # If language is German, map selected German names back to their English equivalents
447
+ if st.session_state.lang == 'DE':
448
+ technologies_invest = [tech_mapping_de_to_en[tech] for tech in selected_technologies]
449
+ else:
450
+ technologies_invest = selected_technologies
451
+
452
+ # Technologies that will not be invested in (based on English names)
453
+ technologies_no_invest = [tech for tech in sets_dict['i'] if tech not in technologies_invest]
454
+
455
+ col4form, col5form = st.columns([0.25, 0.75])
456
+ dt = col4form.number_input(label=df.loc['model_label_t',st.session_state.lang], min_value=1, max_value=len(t), value=6,
457
+ help=df.loc['model_label_t_info',st.session_state.lang])
458
+
459
+ run_model_manual = col5form.form_submit_button(df.loc['model_run_info_gui', st.session_state.lang])
460
+
461
+ #run_model = st.button(df.loc['model_run_info_gui', st.session_state.lang], key="run_model_button", help=df.loc['run_model_button_info',st.session_state.lang])
462
+
463
+ st.markdown("-------")
464
+
465
+ # run_model_manual = True
466
+
467
+ if run_model_excel or run_model_manual:
468
+ # Model setup
469
+
470
+ info_yellow_build = st.info(df.loc['label_build_model', st.session_state.lang])
471
+
472
+
473
+ if run_model_excel: # overwrite with excel values
474
+ #sets_dict, params_dict = load_model_input(df, write_pickle_from_standard_excel)
475
+ sets_dict, params_dict = src.load_data_from_excel(st.session_state.url_excel, write_to_pickle_flag=True)
476
+
477
+ # Unpack sets_dict into the workspace
478
+ t = sets_dict['t']
479
+ t_original = sets_dict['t']
480
+ i = sets_dict['i']
481
+ iSto = sets_dict['iSto']
482
+ iConv = sets_dict['iConv']
483
+ iPtG = sets_dict['iPtG']
484
+ iRes = sets_dict['iRes']
485
+ iHyRes = sets_dict['iHyRes']
486
+
487
+ # Unpack params_dict into the workspace
488
+ l_co2 = params_dict['l_co2']
489
+ p_co2 = params_dict['p_co2']
490
+ eff_i = params_dict['eff_i']
491
+ # life_i = params_dict['life_i']
492
+ c_fuel_i = params_dict['c_fuel_i']
493
+ c_other_i = params_dict['c_other_i']
494
+ c_inv_i = params_dict['c_inv_i']
495
+ co2_factor_i = params_dict['co2_factor_i']
496
+ K_0_i = params_dict['K_0_i']
497
+ e2p_iSto = params_dict['e2p_iSto']
498
+
499
+ # Adjust efficiency for storage technologies
500
+ eff_i.loc[iSto] = np.sqrt(eff_i.loc[iSto]) # Apply square root to cycle efficiency for storage technologies
501
+
502
+
503
+ # Time series aggregation for various parameters
504
+ D_t = timstep_aggregate(dt, params_dict['D_t'], t)
505
+ s_t_r_iRes = timstep_aggregate(dt, params_dict['s_t_r_iRes'], t)
506
+ h_t = timstep_aggregate(dt, params_dict['h_t'], t)
507
+ t = D_t.get_index('t')
508
+ partial_year_factor = (8760 / len(t)) / dt
509
+
510
+ m = Model()
511
+
512
+ # Define Variables
513
+ C_tot = m.add_variables(name='C_tot') # Total costs
514
+ C_op = m.add_variables(name='C_op', lower=0) # Operational costs
515
+ C_inv = m.add_variables(name='C_inv', lower=0) # Investment costs
516
+ K = m.add_variables(coords=[i], name='K', lower=0) # Endogenous capacity
517
+ y = m.add_variables(coords=[t, i], name='y', lower=0) # Electricity production
518
+ y_ch = m.add_variables(coords=[t, i], name='y_ch', lower=0) # Electricity consumption
519
+ l = m.add_variables(coords=[t, i], name='l', lower=0) # Storage filling level
520
+ y_curt = m.add_variables(coords=[t, i], name='y_curt', lower=0) # RES curtailment
521
+ y_h2 = m.add_variables(coords=[t, i], name='y_h2', lower=0) # H2 production
522
+
523
+ # Define Objective function
524
+ C_tot = C_op + C_inv
525
+ m.add_objective(C_tot)
526
+
527
+ # Define Constraints
528
+ # Operational costs minus revenue for produced hydrogen
529
+ m.add_constraints((y * c_fuel_i / eff_i).sum() * dt - (y_h2.sel(i=iPtG) * price_h2).sum() * dt == C_op, name='C_op_sum')
530
+
531
+ # Investment costs
532
+ m.add_constraints((K * c_inv_i).sum() == C_inv, name='C_inv_sum')
533
+
534
+ # Load serving
535
+ m.add_constraints((((y).sum(dims='i') - y_ch.sum(dims='i')) * dt == D_t.sel(t=t) * dt), name='load')
536
+
537
+ # Maximum capacity limit
538
+ m.add_constraints((y - K <= K_0_i), name='max_cap')
539
+
540
+ # Capacity limits for investment
541
+ m.add_constraints((K.sel(i=technologies_no_invest) <= 0), name='max_cap_invest')
542
+
543
+ # Prevent power production by PtG
544
+ m.add_constraints((y.sel(i=iPtG) <= 0), name='prevent_ptg_prod')
545
+
546
+ # Prevent charging for non-storage technologies
547
+ m.add_constraints((y_ch.sel(i=[x for x in i if x not in iPtG and x not in iSto]) <= 0), name='no_charging')
548
+
549
+ # Maximum storage charging and discharging
550
+ m.add_constraints((y.sel(i=iSto) + y_ch.sel(i=iSto) - K.sel(i=iSto) <= K_0_i.sel(i=iSto)), name='max_cha')
551
+
552
+ # Maximum electrolyzer capacity
553
+ m.add_constraints((y_ch.sel(i=iPtG) - K.sel(i=iPtG) <= K_0_i.sel(i=iPtG)), name='max_cha_ptg')
554
+
555
+ # PtG H2 production
556
+ m.add_constraints(y_ch.sel(i=iPtG) * eff_i.sel(i=iPtG) == y_h2.sel(i=iPtG), name='ptg_h2_prod')
557
+
558
+ # Infeed of renewables
559
+ m.add_constraints((y.sel(i=iRes) - s_t_r_iRes.sel(i=iRes).sel(t=t) * K.sel(i=iRes) + y_curt.sel(i=iRes) == s_t_r_iRes.sel(i=iRes).sel(t=t) * K_0_i.sel(i=iRes)), name='infeed')
560
+
561
+ # Maximum filling level restriction for storage power plants
562
+ m.add_constraints((l.sel(i=iSto) - K.sel(i=iSto) * e2p_iSto.sel(i=iSto) <= K_0_i.sel(i=iSto) * e2p_iSto.sel(i=iSto)), name='max_sto_filling')
563
+
564
+ # Filling level restriction for hydro reservoir
565
+ m.add_constraints(l.sel(i=iHyRes) - l.sel(i=iHyRes).roll(t=-1) + y.sel(i=iHyRes) * dt == h_t.sel(t=t) * dt, name='filling_level_hydro')
566
+
567
+ # Filling level restriction for other storages
568
+ m.add_constraints(l.sel(i=iSto) - (l.sel(i=iSto).roll(t=-1) - (y.sel(i=iSto) / eff_i.sel(i=iSto)) * dt + y_ch.sel(i=iSto) * eff_i.sel(i=iSto) * dt) == 0, name='filling_level')
569
+
570
+ # CO2 limit
571
+ m.add_constraints(((y / eff_i) * co2_factor_i * dt).sum() <= l_co2 * 1_000_000, name='CO2_limit')
572
+
573
+ # Solve the model
574
+ info_yellow_build.empty()
575
+ info_green_build = st.success(df.loc['label_build_model', st.session_state.lang])
576
+ info_yellow_solve = st.info(df.loc['label_solve_model', st.session_state.lang])
577
+
578
+
579
+ m.solve(solver_name='highs')
580
+
581
+ info_yellow_solve.empty()
582
+ info_green_solve = st.success(df.loc['label_solve_model', st.session_state.lang])
583
+ info_yellow_plot = st.info(df.loc['label_generate_plots', st.session_state.lang])
584
+
585
+
586
+
587
+ # Prepare columns for figures
588
+ colb1, colb2 = st.columns(2)
589
+
590
+ # Generate and display figures
591
+ st.markdown("---")
592
+
593
+ df_total_costs = plot_total_costs(m, colb1, df)
594
+ df_CO2_price = plot_co2_price(m, colb2, df)
595
+ df_new_capacities = plot_new_capacities(m, color_dict, colb1, df)
596
+
597
+ # Only plot production for technologies with capacity
598
+ i_with_capacity = m.solution['K'].where((m.solution['K'] > 0) & (m.solution['i'] != 'Electrolyzer')).dropna(dim='i').get_index('i')
599
+ df_production = plot_production(m, i_with_capacity, dt, color_dict, colb2, df)
600
+ # df_price = plot_electricity_prices(m, dt, colb2, df)
601
+ df_curtailment = plot_curtailment(m, iRes, color_dict, colb1, df)
602
+ df_residual_load_duration = plot_residual_load_duration(m, dt, colb1, df, D_t, i_with_capacity, iRes, color_dict, df_curtailment, iConv)
603
+ df_price = plot_electricity_prices(m, dt, colb2, df, df_residual_load_duration)
604
+
605
+ df_contr_marg = plot_contribution_margin(m, dt, i_with_capacity, color_dict, colb1, df)
606
+ # df_curtailment = plot_curtailment(m, iRes, color_dict, colb1, df)
607
+ df_charging = plot_storage_charging(m, iSto, color_dict, colb2, df)
608
+ df_h2_prod = plot_hydrogen_production(m, iPtG, color_dict, colb1, df)
609
+
610
+ # df_stackplot = plot_stackplot(m)
611
+
612
+ # Export results
613
+
614
+ st.session_state.output = BytesIO()
615
+
616
+
617
+ with pd.ExcelWriter(st.session_state.output, engine='xlsxwriter') as writer:
618
+ disaggregate_df(df_total_costs, t, t_original, dt).to_excel(writer, sheet_name=df.loc['sheet_name_total_costs', st.session_state.lang], index=False)
619
+ disaggregate_df(df_CO2_price, t, t_original, dt).to_excel(writer, sheet_name=df.loc['sheet_name_co2_price', st.session_state.lang], index=False)
620
+ disaggregate_df(df_price, t, t_original, dt).to_excel(writer, sheet_name=df.loc['sheet_name_prices', st.session_state.lang], index=False)
621
+ disaggregate_df(df_contr_marg, t, t_original, dt).to_excel(writer, sheet_name=df.loc['sheet_name_contribution_margin', st.session_state.lang], index=False)
622
+ disaggregate_df(df_new_capacities, t, t_original, dt).to_excel(writer, sheet_name=df.loc['sheet_name_capacities', st.session_state.lang], index=False)
623
+ disaggregate_df(df_production, t, t_original, dt).to_excel(writer, sheet_name=df.loc['sheet_name_production', st.session_state.lang], index=False)
624
+ disaggregate_df(df_charging, t, t_original, dt).to_excel(writer, sheet_name=df.loc['sheet_name_charging', st.session_state.lang], index=False)
625
+ disaggregate_df(D_t.to_dataframe().reset_index(), t, t_original, dt).to_excel(writer, sheet_name=df.loc['sheet_name_demand', st.session_state.lang], index=False)
626
+ disaggregate_df(df_curtailment, t, t_original, dt).to_excel(writer, sheet_name=df.loc['sheet_name_curtailment', st.session_state.lang], index=False)
627
+ disaggregate_df(df_h2_prod, t, t_original, dt).to_excel(writer, sheet_name=df.loc['sheet_name_h2_production', st.session_state.lang], index=False)
628
+
629
+ with col1:
630
+ st.title(df.loc['model_title2', st.session_state.lang])
631
+
632
+ st.download_button(label=df.loc['model_title2.1',st.session_state.lang], disabled=(st.session_state.output.getbuffer().nbytes==0), data=st.session_state.output.getvalue(), file_name="workbook.xlsx", mime="application/vnd.ms-excel")
633
+
634
+ info_yellow_plot.empty()
635
+ info_green_plot = st.success(df.loc['label_generate_plots', st.session_state.lang])
636
+
637
+ time.sleep(1)
638
+
639
+ info_green_build.empty()
640
+ info_green_solve.empty()
641
+ info_green_plot.empty()
642
+
643
+ st.stop()
644
+
645
+
646
+
647
+ # st.rerun()
648
+
649
+
650
+ def timstep_aggregate(time_steps_aggregate, xr_data, t):
651
+ """
652
+ Aggregates time steps in the data using rolling mean and selects based on step size.
653
+ """
654
+ return xr_data.rolling(t=time_steps_aggregate).mean().sel(t=t[0::time_steps_aggregate])
655
+
656
+ # Visualization functions
657
+
658
+ def plot_total_costs(m, col, df):
659
+ """
660
+ Displays the total costs.
661
+ """
662
+ total_costs = float(m.solution['C_inv'].values) + float(m.solution['C_op'].values)
663
+ total_costs_rounded = round(total_costs / 1e9, 2)
664
+ with col:
665
+ st.markdown(
666
+ f"<h3><b>{df.loc['plot_label_total_costs', st.session_state.lang]} {total_costs_rounded}</b></h3>",
667
+ unsafe_allow_html=True
668
+ )
669
+
670
+ df_total_costs = pd.DataFrame({'Total costs':[total_costs]})
671
+ return df_total_costs
672
+
673
+ def plot_co2_price(m, col, df):
674
+ """
675
+ Displays the CO2 price based on the CO2 constraint dual values.
676
+ """
677
+ CO2_price = float(m.constraints['CO2_limit'].dual.values) * (-1)
678
+ CO2_price_rounded = round(CO2_price, 2)
679
+ df_CO2_price = pd.DataFrame({'CO2 price': [CO2_price]})
680
+ with col:
681
+ st.markdown(
682
+ f"<h3><b>{df.loc['plot_label_co2_price', st.session_state.lang]} {CO2_price_rounded}</b></h3>",
683
+ unsafe_allow_html=True
684
+ )
685
+
686
+ return df_CO2_price
687
+
688
+
689
+ def plot_new_capacities(m, color_dict, col, df):
690
+ """
691
+ Plots the new capacities installed in MW as a bar chart and pie chart.
692
+ Includes technologies with 0 MW capacity in the bar chart.
693
+ Supports both German and English labels for technologies while ensuring color consistency.
694
+ """
695
+ # Convert the solution for new capacities to a DataFrame
696
+ df_new_capacities = m.solution['K'].round(0).to_dataframe().reset_index()
697
+
698
+ # Store the English technology names in a separate column to maintain color consistency
699
+ df_new_capacities['i_en'] = df_new_capacities['i']
700
+
701
+ # Check if the language is German and map English names to German for display
702
+ if st.session_state.lang == 'DE':
703
+ tech_mapping_en_to_de = {
704
+ df.loc[f'tech_{tech.lower()}', 'EN']: df.loc[f'tech_{tech.lower()}', 'DE']
705
+ for tech in df_new_capacities['i_en'] if f'tech_{tech.lower()}' in df.index
706
+ }
707
+ # Replace the English technology names with German ones for display
708
+ df_new_capacities['i'] = df_new_capacities['i_en'].replace(tech_mapping_en_to_de)
709
+
710
+ # Bar plot for new capacities (including technologies with 0 MW)
711
+ fig_bar = px.bar(df_new_capacities, y='i', x='K', orientation='h',
712
+ title=df.loc['plot_label_new_capacities', st.session_state.lang],
713
+ color='i_en', # Use the English names for consistent coloring
714
+ color_discrete_map=color_dict,
715
+ labels={'K': '', 'i': ''} # Delete double labeling
716
+ )
717
+
718
+ # Hide the legend completely since the labels are already next to the bars
719
+ fig_bar.update_layout(showlegend=False)
720
+
721
+ with col:
722
+ st.plotly_chart(fig_bar)
723
+
724
+ # Pie chart for new capacities (only show technologies with K > 0 in pie chart)
725
+ df_new_capacities_filtered = df_new_capacities[df_new_capacities["K"] > 0]
726
+ fig_pie = px.pie(df_new_capacities_filtered, names='i', values='K',
727
+ title=df.loc['plot_label_new_capacities_pie', st.session_state.lang],
728
+ color='i_en', color_discrete_map=color_dict)
729
+
730
+ # Remove English labels (i_en) from the pie chart legend
731
+ fig_pie.update_layout(legend_title_text=df.loc['label_technology', st.session_state.lang])
732
+ fig_pie.for_each_trace(lambda t: t.update(name=df_new_capacities_filtered['i'].iloc[0] if st.session_state.lang == 'DE' else t.name))
733
+
734
+ with col:
735
+ st.plotly_chart(fig_pie)
736
+
737
+ return df_new_capacities
738
+
739
+
740
+ def plot_production(m, i_with_capacity, dt, color_dict, col, df):
741
+ """
742
+ Plots the energy production for technologies with capacity as an area chart.
743
+ Supports both German and English labels for technologies while ensuring color consistency.
744
+ """
745
+ # Convert the production data to a DataFrame
746
+ df_production = m.solution['y'].sel(i=i_with_capacity).to_dataframe().reset_index()
747
+
748
+ # Store the English technology names in a separate column to maintain color consistency
749
+ df_production['i_en'] = df_production['i']
750
+
751
+ # Convert 't'-column in a datetime format
752
+ df_production['t'] = df_production['t'].str.strip("'")
753
+ df_production['t'] = pd.to_datetime(df_production['t'], format='%Y-%m-%d %H:%M %z')
754
+
755
+ # Check if the language is German and map English names to German for display
756
+ if st.session_state.lang == 'DE':
757
+ tech_mapping_en_to_de = {
758
+ df.loc[f'tech_{tech.lower()}', 'EN']: df.loc[f'tech_{tech.lower()}', 'DE']
759
+ for tech in df_production['i_en'] if f'tech_{tech.lower()}' in df.index
760
+ }
761
+ # Replace the English technology names with German ones for display
762
+ df_production['i'] = df_production['i_en'].replace(tech_mapping_en_to_de)
763
+
764
+ # Area plot for energy production
765
+ fig = px.area(df_production, y='y', x='t',
766
+ title=df.loc['plot_label_production', st.session_state.lang],
767
+ color='i_en', # Use the English names for consistent coloring
768
+ color_discrete_map=color_dict,
769
+ labels={'y': '', 't': '', 'i_en': df.loc['label_technology', st.session_state.lang]} # Delete double labeling
770
+ )
771
+
772
+ # Update legend labels to display German names instead of English
773
+ if st.session_state.lang == 'DE':
774
+ fig.for_each_trace(lambda trace: trace.update(name=tech_mapping_en_to_de[trace.name]))
775
+
776
+ fig.update_traces(line=dict(width=0))
777
+ fig.for_each_trace(lambda trace: trace.update(fillcolor=trace.line.color))
778
+
779
+ # # Customize x-axis for better date formatting
780
+ # fig.update_layout(
781
+ # xaxis=dict(
782
+ # tickformat="%d/%m/%Y", # Display months and years in MM/YYYY format
783
+ # title='', # No title for the x-axis
784
+ # type="date" # Ensure x-axis is treated as a date axis
785
+ # ),
786
+ # xaxis_tickangle=-45 # Tilt the ticks for better readability
787
+ # )
788
+
789
+ with col:
790
+ st.plotly_chart(fig)
791
+
792
+ # Pie chart for total production
793
+ df_production_sum = (df_production.groupby(['i', 'i_en'])['y'].sum() * dt / 1000).round(0).reset_index()
794
+
795
+ # If the language is set to German, display German labels, otherwise use English
796
+ pie_column = 'i' if st.session_state.lang == 'DE' else 'i_en'
797
+
798
+ # Pie chart for total production
799
+ fig_pie = px.pie(df_production_sum, names=pie_column, values='y',
800
+ title=df.loc['plot_label_total_production_pie', st.session_state.lang],
801
+ color='i_en', # Ensure the coloring stays consistent using the 'i_en' column
802
+ color_discrete_map=color_dict)
803
+
804
+ # Update legend title to reflect the correct language
805
+ fig_pie.update_layout(legend_title_text=df.loc['label_technology', st.session_state.lang])
806
+
807
+ with col:
808
+ st.plotly_chart(fig_pie)
809
+
810
+ return df_production
811
+
812
+
813
+ def plot_electricity_prices(m, dt, col, df, df_residual_load_duration):
814
+ """
815
+ Plots the electricity price and the price duration curve.
816
+ Supports both German and English labels for the plot titles and axis labels.
817
+ """
818
+ # Convert the dual constraints to a DataFrame
819
+ df_price = m.constraints['load'].dual.to_dataframe().reset_index()
820
+
821
+ # Convert 't'-column in a datetime format
822
+ df_price['t'] = df_price['t'].str.strip("'")
823
+ df_price['t'] = pd.to_datetime(df_price['t'], format='%Y-%m-%d %H:%M %z')
824
+
825
+ # Line plot for electricity prices
826
+ fig_price = px.line(df_price, y='dual', x='t',
827
+ title=df.loc['plot_label_electricity_prices', st.session_state.lang],
828
+ labels={'dual': '', 't': ''}
829
+ )
830
+ with col:
831
+ st.plotly_chart(fig_price)
832
+
833
+ # Create the price duration curve
834
+ df_sorted_price = df_price["dual"].repeat(dt).sort_values(ascending=False).reset_index(drop=True) / int(dt)
835
+ df_residual_load_sorted = df_residual_load_duration.sort_values(by='Residual_Load', ascending=False).reset_index(drop=True)
836
+ df_axis2 = df_residual_load_sorted['Residual_Load']
837
+
838
+ ax2_max = np.max(df_axis2)
839
+ ax2_min = np.min(df_axis2)
840
+
841
+ fig_duration = go.Figure()
842
+
843
+ # Add primary y-axis trace (Price duration curve)
844
+ fig_duration.add_trace(go.Scatter(
845
+ x=df_sorted_price.index,
846
+ y=df_sorted_price,
847
+ mode='lines',
848
+ name=df.loc['plot_label_price_duration_curve', st.session_state.lang],
849
+ line=dict(color='blue', width=2)
850
+ ))
851
+
852
+ # Add secondary y-axis trace (Residual load)
853
+ fig_duration.add_trace(go.Scatter(
854
+ x=df_axis2.index,
855
+ y=df_axis2,
856
+ mode='lines',
857
+ name=df.loc['plot_label_residual_load', st.session_state.lang],
858
+ line=dict(color='red', width=2),
859
+ yaxis='y2'
860
+ ))
861
+
862
+ # Layout mit neuen title-formaten (kein titlefont mehr!)
863
+ fig_duration.update_layout(
864
+ title=df.loc['plot_label_price_duration_curve', st.session_state.lang],
865
+ xaxis=dict(
866
+ title=df.loc['label_hours', st.session_state.lang]
867
+ ),
868
+ yaxis=dict(
869
+ title=dict(
870
+ text=df.loc['plot_label_price_duration_curve', st.session_state.lang],
871
+ font=dict(color='blue')
872
+ ),
873
+ range=[-(100/(ax2_max/(ax2_max-ax2_min))-100), 100],
874
+ tickfont=dict(color='blue')
875
+ ),
876
+ yaxis2=dict(
877
+ title=dict(
878
+ text=df.loc['plot_label_residual_load', st.session_state.lang],
879
+ font=dict(color='red')
880
+ ),
881
+ range=[ax2_min, ax2_max],
882
+ tickfont=dict(color='red'),
883
+ overlaying='y',
884
+ side='right'
885
+ ),
886
+ legend=dict(
887
+ x=1,
888
+ y=1,
889
+ xanchor='right',
890
+ yanchor='top',
891
+ bgcolor='rgba(255, 255, 255, 0.5)',
892
+ bordercolor='black',
893
+ borderwidth=1
894
+ )
895
+ )
896
+
897
+ with col:
898
+ st.plotly_chart(fig_duration)
899
+
900
+ return df_price
901
+
902
+ def plot_residual_load_duration(m, dt, col, df, D_t, i_with_capacity, iRes, color_dict, df_curtailment, iConv):
903
+ """
904
+ Plots the residual load and corresponding production as a stacked area chart.
905
+ Supports both German and English labels for the plot titles and axis labels.
906
+ Consistent color coding for technologies using a predefined color dictionary.
907
+ """
908
+
909
+ # Extract load data and repeat each value to match the total number of hours in the year
910
+ df_load = D_t.values.flatten()
911
+ total_hours = len(df_load) * dt # Calculate the total number of hours dynamically
912
+ repeated_load = np.repeat(df_load, dt)[:total_hours] # Repeat values to represent each hour
913
+
914
+ # Convert production data to DataFrame
915
+ df_production = m.solution['y'].sel(i=i_with_capacity).to_dataframe().reset_index()
916
+
917
+ # Pivot production data to get technologies as columns and time 't' as index
918
+ df_production_pivot = df_production.pivot(index='t', columns='i', values='y')
919
+
920
+ # Repeat the pivoted production data to match the number of hours
921
+ repeated_index = np.repeat(df_production_pivot.index, dt)[:total_hours] # Create repeated index
922
+ df_production_repeated = df_production_pivot.loc[repeated_index].reset_index(drop=True)
923
+
924
+ # Create load series with the same index as the repeated production data
925
+ df_load_series = pd.Series(repeated_load, index=df_production_repeated.index, name='Load')
926
+
927
+ # Combine load with repeated production data
928
+ df_combined = df_production_repeated.copy()
929
+ df_combined['Load'] = df_load_series
930
+
931
+ # Identify renewable technologies from iRes
932
+ iRes_list = iRes.tolist() # Convert the Index to a list
933
+
934
+ # Calculate renewable generation (only include available technologies in df_combined)
935
+ renewable_columns = [col for col in iRes_list if col in df_combined.columns]
936
+ df_combined['Renewable_Generation'] = df_combined[renewable_columns].sum(axis=1) if renewable_columns else 0
937
+
938
+ # Create pivot table of curtailment
939
+ df_curtailment_pivot = df_curtailment.pivot(index='t', columns='i', values='y_curt')
940
+ repeated_index = np.repeat(df_curtailment_pivot.index, dt)[:total_hours] # Create repeated index
941
+ df_curtailment_repeated = df_curtailment_pivot.loc[repeated_index].reset_index(drop=True)
942
+ df_curtailment_repeated['Sum'] = df_curtailment_repeated.sum(axis=1)
943
+ df_combined['Sum_curtailment'] = -df_curtailment_repeated['Sum']
944
+
945
+ # Calculate residual load as the difference between total load and renewable generation
946
+ df_combined['Residual_Load'] = df_combined['Load'] - df_combined['Renewable_Generation'] + df_combined['Sum_curtailment']
947
+
948
+ # Sort DataFrame by residual load (descending order) to create the duration curve
949
+ df_sorted = df_combined.sort_values(by='Residual_Load', ascending=False).reset_index(drop=True)
950
+
951
+ # Identify all technology columns except 'Load', 'Residual_Load', 'Renewable_Generation'
952
+ technology_columns = [col for col in df_combined.columns if col not in ['Load', 'Residual_Load', 'Renewable_Generation', 'Sum_curtailment']]
953
+
954
+ # Mapping English technology names to German (if desired)
955
+ if st.session_state.lang == 'DE':
956
+ tech_mapping_en_to_de = {
957
+ df.loc[f'tech_{tech.lower()}', 'EN']: df.loc[f'tech_{tech.lower()}', 'DE']
958
+ for tech in technology_columns if f'tech_{tech.lower()}' in df.index
959
+ }
960
+ else:
961
+ tech_mapping_en_to_de = {tech: tech for tech in technology_columns} # Use the original names if not in German
962
+
963
+
964
+ # Plotting with Plotly - Creating stacked area chart
965
+ fig = go.Figure()
966
+
967
+ # Sort technology_columns based on the highest index in df_sorted (only for iConv); others are placed at the end
968
+ sorted_technology_columns = sorted(
969
+ technology_columns,
970
+ key=lambda tech: (
971
+ tech not in iConv, # Place non-iConv technologies at the end
972
+ -df_sorted[df_sorted[tech] != 0].index.max() if tech in iConv and not df_sorted[df_sorted[tech] != 0].empty else float('inf')
973
+ )
974
+ )
975
+
976
+
977
+ # Add stacked area traces for each production technology with consistent colors and language-specific names
978
+ for tech in sorted_technology_columns:
979
+ tech_name = tech_mapping_en_to_de.get(tech, tech) # Get the translated name or fallback to the original
980
+ fig.add_trace(go.Scatter(
981
+ x=df_sorted.index,
982
+ y=df_sorted[tech],
983
+ mode='lines',
984
+ stackgroup='one', # For stacking traces
985
+ name=tech_name,
986
+ line=dict(width=0.5, color=color_dict.get(tech))
987
+ ))
988
+
989
+ # Add residual load trace as a red line
990
+ fig.add_trace(go.Scatter(
991
+ x=df_sorted.index,
992
+ y=df_sorted['Residual_Load'],
993
+ mode='lines',
994
+ name=df.loc['plot_label_residual_load', st.session_state.lang], # Residual load label in current language
995
+ line=dict(color='red', width=2)
996
+ ))
997
+
998
+
999
+ # Add curtailment trace as a shaded area with a dark yellow tone
1000
+ fig.add_trace(go.Scatter(
1001
+ x=df_sorted.index,
1002
+ y=df_sorted['Sum_curtailment'],
1003
+ mode='lines', # Line mode for the boundary of the area
1004
+ name=df.loc['plot_label_sum_curtailment', st.session_state.lang], # Curtailment label in current language
1005
+ line=dict(color='rgba(204, 153, 0, 1)', width=1.5), # Dark yellow line
1006
+ fill='tozeroy', # Fill area down to the x-axis
1007
+ fillcolor='rgba(204, 153, 0, 0.3)' # Semi-transparent dark yellow for the fill
1008
+ ))
1009
+
1010
+ # Layout settings for the plot
1011
+ fig.update_layout(
1012
+ title=df.loc['plot_label_residual_load_curve', st.session_state.lang],
1013
+ xaxis_title=df.loc['label_hours', st.session_state.lang],
1014
+ template="plotly_white",
1015
+ )
1016
+
1017
+ # Display the plot in Streamlit
1018
+ with col:
1019
+ st.plotly_chart(fig)
1020
+
1021
+ return df_combined
1022
+
1023
+
1024
+
1025
+ def plot_contribution_margin(m, dt, i_with_capacity, color_dict, col, df):
1026
+ """
1027
+ Plots the contribution margin for each technology.
1028
+ Supports both German and English labels for titles and axes while ensuring color consistency.
1029
+ """
1030
+ # Convert the dual constraints to a DataFrame
1031
+ df_contr_marg = m.constraints['max_cap'].dual.sel(i=i_with_capacity).to_dataframe().reset_index()
1032
+
1033
+ # Adjust the 'dual' values for the contribution margin calculation
1034
+ df_contr_marg['dual'] = df_contr_marg['dual'] / dt * (-1)
1035
+
1036
+ # Store the English technology names in a separate column to maintain color consistency
1037
+ df_contr_marg['i_en'] = df_contr_marg['i']
1038
+
1039
+ # Convert 't'-column in a datetime format
1040
+ df_contr_marg['t'] = pd.to_datetime(df_contr_marg['t'].str.strip("'"), format='%Y-%m-%d %H:%M %z')
1041
+
1042
+ # Check if the language is German and map English names to German for display
1043
+ if st.session_state.lang == 'DE':
1044
+ tech_mapping_en_to_de = {
1045
+ df.loc[f'tech_{tech.lower()}', 'EN']: df.loc[f'tech_{tech.lower()}', 'DE']
1046
+ for tech in df_contr_marg['i_en'] if f'tech_{tech.lower()}' in df.index
1047
+ }
1048
+ # Replace the English technology names with German ones for display
1049
+ df_contr_marg['i'] = df_contr_marg['i_en'].replace(tech_mapping_en_to_de)
1050
+
1051
+ # Plot contribution margin for each technology
1052
+ fig = px.line(df_contr_marg, y='dual', x='t',
1053
+ title=df.loc['plot_label_contribution_margin', st.session_state.lang],
1054
+ color='i_en', # Use the English names for consistent coloring
1055
+ range_y=[0, 250], color_discrete_map=color_dict,
1056
+ labels={'dual':'', 't':'', 'i_en':''}
1057
+ )
1058
+
1059
+ # Update legend to display the correct language
1060
+ fig.update_layout(legend_title_text=df.loc['label_technology', st.session_state.lang])
1061
+
1062
+ # For German language, update the legend to show German technology names
1063
+ if st.session_state.lang == 'DE':
1064
+ fig.for_each_trace(lambda t: t.update(name=df_contr_marg.loc[df_contr_marg['i_en'] == t.name, 'i'].values[0]))
1065
+
1066
+ # Display the plot
1067
+ with col:
1068
+ st.plotly_chart(fig)
1069
+
1070
+ return df_contr_marg
1071
+
1072
+
1073
+
1074
+
1075
+ def plot_curtailment(m, iRes, color_dict, col, df):
1076
+ """
1077
+ Plots the curtailment of renewable energy.
1078
+ Supports both German and English labels for titles and axes while ensuring color consistency.
1079
+ """
1080
+ # Convert the curtailment solution to a DataFrame
1081
+ df_curtailment = m.solution['y_curt'].sel(i=iRes).to_dataframe().reset_index()
1082
+
1083
+ # Convert 't'-column in a datetime format
1084
+ df_curtailment['t'] = pd.to_datetime(df_curtailment['t'].str.strip("'"), format='%Y-%m-%d %H:%M %z')
1085
+
1086
+ # Store the English technology names in a separate column to maintain color consistency
1087
+ df_curtailment['i_en'] = df_curtailment['i']
1088
+
1089
+ # Check if the language is German and map English names to German for display
1090
+ if st.session_state.lang == 'DE':
1091
+ tech_mapping_en_to_de = {
1092
+ df.loc[f'tech_{tech.lower()}', 'EN']: df.loc[f'tech_{tech.lower()}', 'DE']
1093
+ for tech in df_curtailment['i_en'] if f'tech_{tech.lower()}' in df.index
1094
+ }
1095
+ # Replace the English technology names with German ones for display
1096
+ df_curtailment['i'] = df_curtailment['i_en'].replace(tech_mapping_en_to_de)
1097
+ else:
1098
+ df_curtailment['i'] = df_curtailment['i_en'] # Use English names if not German
1099
+
1100
+ # Area plot for curtailment of renewable energy
1101
+ fig = px.area(df_curtailment, y='y_curt', x='t',
1102
+ title=df.loc['plot_label_curtailment', st.session_state.lang],
1103
+ color='i_en', # Use the English names for consistent coloring
1104
+ color_discrete_map=color_dict,
1105
+ labels={'y_curt': '', 't': ''} # Delete double labeling
1106
+ )
1107
+
1108
+ # Remove line traces and use fill colors for the area plot
1109
+ fig.update_traces(line=dict(width=0))
1110
+ fig.for_each_trace(lambda trace: trace.update(fillcolor=trace.line.color))
1111
+
1112
+ # Update the legend title to reflect the correct language (German or English)
1113
+ fig.update_layout(legend_title_text=df.loc['label_technology', st.session_state.lang])
1114
+
1115
+ # For German language, update the legend to show German technology names
1116
+ if st.session_state.lang == 'DE':
1117
+ fig.for_each_trace(lambda t: t.update(name=df_curtailment.loc[df_curtailment['i_en'] == t.name, 'i'].values[0]))
1118
+
1119
+ # Display the plot
1120
+ with col:
1121
+ st.plotly_chart(fig)
1122
+
1123
+ return df_curtailment
1124
+
1125
+
1126
+
1127
+ def plot_storage_charging(m, iSto, color_dict, col, df):
1128
+ """
1129
+ Plots the charging of storage technologies.
1130
+ Supports both German and English labels for titles and axes while ensuring color consistency.
1131
+ """
1132
+ # Convert the storage charging solution to a DataFrame
1133
+ df_charging = m.solution['y_ch'].sel(i=iSto).to_dataframe().reset_index()
1134
+
1135
+ # Drop out infinitesimal numbers
1136
+ df_charging['y_ch'] = df_charging['y_ch'].apply(lambda x: 0 if x < 0.01 else x)
1137
+
1138
+ # Convert 't'-column in a datetime format
1139
+ df_charging['t'] = pd.to_datetime(df_charging['t'].str.strip("'"), format='%Y-%m-%d %H:%M %z')
1140
+
1141
+ # Store the English technology names in a separate column to maintain color consistency
1142
+ df_charging['i_en'] = df_charging['i']
1143
+
1144
+ # Check if the language is German and map English names to German for display
1145
+ if st.session_state.lang == 'DE':
1146
+ tech_mapping_en_to_de = {
1147
+ df.loc[f'tech_{tech.lower()}', 'EN']: df.loc[f'tech_{tech.lower()}', 'DE']
1148
+ for tech in df_charging['i_en'] if f'tech_{tech.lower()}' in df.index
1149
+ }
1150
+ # Replace the English technology names with German ones for display
1151
+ df_charging['i'] = df_charging['i_en'].replace(tech_mapping_en_to_de)
1152
+ else:
1153
+ df_charging['i'] = df_charging['i_en'] # Use English names if not German
1154
+
1155
+ # Area plot for storage charging
1156
+ fig = px.area(df_charging, y='y_ch', x='t',
1157
+ title=df.loc['plot_label_storage_charging', st.session_state.lang],
1158
+ color='i_en', # Use the English names for consistent coloring
1159
+ color_discrete_map=color_dict,
1160
+ labels={'y_ch': '', 't': ''} # Delete double labeling
1161
+ )
1162
+
1163
+ # Remove line traces and use fill colors for the area plot
1164
+ fig.update_traces(line=dict(width=0))
1165
+ fig.for_each_trace(lambda trace: trace.update(fillcolor=trace.line.color))
1166
+
1167
+ # Update the legend title to reflect the correct language (German or English)
1168
+ fig.update_layout(legend_title_text=df.loc['label_technology', st.session_state.lang])
1169
+
1170
+ # For German language, update the legend to show German technology names
1171
+ if st.session_state.lang == 'DE':
1172
+ fig.for_each_trace(lambda t: t.update(name=df_charging.loc[df_charging['i_en'] == t.name, 'i'].values[0]))
1173
+
1174
+ # Display the plot
1175
+ with col:
1176
+ st.plotly_chart(fig)
1177
+
1178
+ return df_charging
1179
+
1180
+
1181
+
1182
+ def plot_hydrogen_production(m, iPtG, color_dict, col, df):
1183
+ """
1184
+ Plots the hydrogen production.
1185
+ Supports both German and English labels for titles and axes while ensuring color consistency.
1186
+ """
1187
+ # Convert the hydrogen production data to a DataFrame
1188
+ df_h2_prod = m.solution['y_h2'].sel(i=iPtG).to_dataframe().reset_index()
1189
+
1190
+ # Convert 't'-column in a datetime format
1191
+ df_h2_prod['t'] = pd.to_datetime(df_h2_prod['t'].str.strip("'"), format='%Y-%m-%d %H:%M %z')
1192
+
1193
+ # Store the English technology names in a separate column to maintain color consistency
1194
+ df_h2_prod['i_en'] = df_h2_prod['i']
1195
+
1196
+ # Check if the language is German and map English names to German for display
1197
+ if st.session_state.lang == 'DE':
1198
+ tech_mapping_en_to_de = {
1199
+ df.loc[f'tech_{tech.lower()}', 'EN']: df.loc[f'tech_{tech.lower()}', 'DE']
1200
+ for tech in df_h2_prod['i_en'] if f'tech_{tech.lower()}' in df.index
1201
+ }
1202
+ # Replace the English technology names with German ones for display
1203
+ df_h2_prod['i'] = df_h2_prod['i_en'].replace(tech_mapping_en_to_de)
1204
+ else:
1205
+ df_h2_prod['i'] = df_h2_prod['i_en'] # Keep English names if not German
1206
+
1207
+ # Area plot for hydrogen production
1208
+ fig = px.area(df_h2_prod, y='y_h2', x='t',
1209
+ title=df.loc['plot_label_hydrogen_production', st.session_state.lang],
1210
+ color='i_en', # Use the English names for consistent coloring
1211
+ color_discrete_map=color_dict,
1212
+ labels={'y_h2': '', 't': ''} # Delete double labeling
1213
+ )
1214
+
1215
+ # Remove line traces and use fill colors for the area plot
1216
+ fig.update_traces(line=dict(width=0))
1217
+ fig.for_each_trace(lambda trace: trace.update(fillcolor=trace.line.color))
1218
+
1219
+ # Update the legend title to reflect the correct language (German or English)
1220
+ fig.update_layout(legend_title_text=df.loc['label_technology', st.session_state.lang])
1221
+
1222
+ # For German language, update the legend to show German technology names
1223
+ if st.session_state.lang == 'DE':
1224
+ fig.for_each_trace(lambda t: t.update(name=df_h2_prod.loc[df_h2_prod['i_en'] == t.name, 'i'].values[0]))
1225
+
1226
+ # Display the plot
1227
+ with col:
1228
+ st.plotly_chart(fig)
1229
+
1230
+ return df_h2_prod
1231
+
1232
+
1233
+
1234
+ def disaggregate_df(df, t, t_original, dt):
1235
+ """
1236
+ Disaggregates the DataFrame based on the original time steps.
1237
+ """
1238
+ if "t" not in list(df.columns):
1239
+ return df
1240
+
1241
+ # Change format of t back
1242
+ df['t'] = "'" + pd.to_datetime(df['t'], utc=True).dt.tz_convert('Europe/Berlin').dt.strftime('%Y-%m-%d %H:%M %z') + "'"
1243
+
1244
+ df_t_all = pd.DataFrame({"t_all": t_original.to_series(), 't': t.repeat(dt)}).reset_index(drop=True)
1245
+ df_output = df.merge(df_t_all, on='t').drop('t', axis=1).rename({'t_all': 't'}, axis=1)
1246
+ df_output = df_output[[df_output.columns[-1]] + list(df_output.columns[:-1])]
1247
+ # Drop the helping column i_en
1248
+ df_output = df_output.drop(columns=['i_en'], errors='ignore')
1249
+ return df_output.sort_values('t')
1250
+
1251
+
1252
+ if __name__ == "__main__":
1253
+ main()
language.csv ADDED
@@ -0,0 +1,138 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ Label;DE;EN
2
+ menu_modell;Modell;Model
3
+ menu_doku;Dokumentation;Documentation
4
+ menu_impressum;�ber uns;About
5
+ menu_text;Ein Browser-Tool, das f�r ein besseres Verst�ndnis der mathematischen Optimierung in der Energiewirtschaft bestimmt ist. Sei neugierig!;A tool designated for better understanding of mathematical optimization in the context of energy economics. Be eager!
6
+ toast_text;�ffne das Men� links um zur Dokumentation und Sprachwahl zu gelangen!;Open the menu on the left side to access the documentation and to change the language!
7
+ model_title1;Input aus Datei;Settings from file
8
+ model_title2;Ergebnisse exportieren;Export result data
9
+ model_title3;Manueller Input aus der GUI;Manual settings from GUI
10
+ model_title4;Modell rechnen;Run model
11
+ model_title2.1;Ergebnisse als Exceldatei herunterladen;Download Excel workbook results
12
+ model_title1.3;Excel Vorlage herunterladen;Download Excel Template
13
+ model_title1.4;Eigenes Exceldokument hochladen;Upload own Excel File
14
+ model_run_info_gui;Rechne mit manuellen Werten aus der GUI;Run model with manual values from the GUI
15
+ model_run_info_excel;Rechne mit Werten aus der Excel;Run model with uploaded Excel values
16
+ model_label_co2;CO2 Budget [mio. t]; CO2 limit [mio. t]
17
+ model_label_CCGT;Erdgas Preis [EUR/MWh]; Fossil Gas Price [EUR/MWh]
18
+ model_label_OCGT;Erdgas Preis [EUR/MWh]; Fossil Gas Price [EUR/MWh]
19
+ model_label_h2;H2 Preis [EUR/MWh]; H2 Price [EUR/MWh]
20
+ model_label_Fossil Hard coal;Steinkohle Preis [EUR/MWh]; Fossil Hard Coal Price [EUR/MWh]
21
+ model_label_Lignite;Braunkohle Preis [EUR/MWh]; Fossil Lignite Price [EUR/MWh]
22
+ model_label_Fossil Oil;Erd�l Preis [EUR/MWh]; Fossil Oil Price [EUR/MWh]
23
+ model_label_t;L�nge der Zeitschritte [h]; Timestep length [h]
24
+ model_label_t_info;Nur Werte zwischen 1 und 8760 eintragen (bzw. 8784 f�r Schaltjahre).;Enter only integers between 1 and 8760 (or 8784 for leap years).
25
+ model_label_tech;Technologien;Technologies for investment
26
+ tech_nuclear;Atomkraft;Nuclear
27
+ tech_biomass;Biomasse;Biomass
28
+ tech_lignite;Braunkohle;Lignite
29
+ tech_CCGT;Gas- und Dampfkraftwerk;Combined Cycle Gas Turbine
30
+ tech_OCGT;Gasturbine;Gasturbine
31
+ tech_fossil hard coal;Steinkohle;Fossil Hard coal
32
+ tech_fossil oil;�l;Fossil Oil
33
+ tech_ror;Laufwasser;RoR
34
+ tech_hydro water reservoir;Wasserreservoir;Hydro Water Reservoir
35
+ tech_pv;PV;PV
36
+ tech_windoff;Offshore Wind;WindOff
37
+ tech_windon;Onshore Wind;WindOn
38
+ tech_h2;Wasserstoff;H2
39
+ tech_pumped hydro storage;Pumpspeicher;Pumped Hydro Storage
40
+ tech_battery storages;Batteriespeicher;Battery storages
41
+ tech_electrolyzer;Elektrolyseure;Electrolyzer
42
+ run_model_button;Starte das Modell;Run Model
43
+ run_model_button_info;Hier klicken um die Optimierungsrechnung des Energiesystems zu starten.;Click to run the energy system optimization model.
44
+ plot_label_total_costs;Gesamtkosten in Mrd. EUR: ;Total costs in bn. EUR:
45
+ plot_label_co2_price;CO2 Preis in EUR/t: ;CO2 price in EUR/t:
46
+ plot_label_new_capacities;Neue Kapazit�ten [MW];New Capacities [MW]
47
+ plot_label_new_capacities_pie;Neue Kapazit�ten [MW] als Kreisdiagramm;New Capacities [MW] as pie chart
48
+ plot_label_production;Stromproduktion [MW];Production [MW]
49
+ plot_label_total_production_pie;Gesamtproduktion [GWh] als Kreisdiagramm;Total Production [GWh] as pie chart
50
+ plot_label_electricity_prices;Strompreise [EUR/MWh];Electricity prices [EUR/MWh]
51
+ plot_label_price_duration_curve;Preisdauerlinie [EUR/MWh];Price duration curve [EUR/MWh]
52
+ plot_label_load_duration_curve;Lastdauerlinie [MWh];Load duration curve [MWh]
53
+ label_electricity_price;Strompreis;Electricity price
54
+ label_time;Zeit;Time
55
+ label_technology;Technologien;Technologies
56
+ label_hours_of_year;Stunden des Jahres;Hours of the year
57
+ label_hours;Stunden;Hours
58
+ plot_label_contribution_margin;Deckungsbeitr�ge [EUR];Contribution margins [EUR]
59
+ plot_label_curtailment;Abregelung [MWh];Curtailment [MWh]
60
+ plot_label_storage_charging;Einspeicherung [MWh];Storage charging [MWh]
61
+ plot_label_hydrogen_production;Wasserstofferzeugung [MWh_th];Hydrogen production [MWh_th]
62
+ plot_label_residual_load;Residuallast [MW];Residual load [MW]
63
+ plot_label_load;Last [MW];Load [MW]
64
+ plot_label_residual_load_curve;Residuallastdauerlinie und gestapelte Erzeugung [MW];Residual load duration curve and stacked production [MW]
65
+ plot_label_sum_curtailment;Summe der EE-Abregelung [MW];Sum of the RES curtailment [MW]
66
+ ;;
67
+ constr_header1;Mathematische Modellformulierung;Mathematical model formulation
68
+ constr_header2;Diese Seite zeigt die Details der mathematischen Modellformulierung & Nebenbedingungen des optimierenden Energiesystemmodells.;This page provides details on the mathematical formulation & constraints of the energy system optimization model.
69
+ constr_header3;Zielfunktion und Nebenbedingungen;Objective function and constraints
70
+ constr_subheader_obj_func;Zielfunktion;Objective function
71
+ constr_subheader_obj_func_descr;Minimierung der Gesamtkosten;Minimization of total costs
72
+ subheader_constr;Nebenbedingungen;Constraints
73
+ constr_load_serve;Energiebedarf muss gedeckt werden:;Load-serving constraint:
74
+ constr_c_op;Betriebskosten abz�glich Einnahmen durch Wasserstoffproduktion:;Operational costs minus revenue for produced hydrogen:
75
+ constr_c_inv;Investitionskostenbeschr�nkung:;Investment costs constraint:
76
+ constr_max_cap;Begrenzung der maximalen Kapazit�t:;Maximum capacity constraint:
77
+ constr_inv_cap;Beschr�nkung der Kapazit�tsinvestitionen:;Capacity limits for investment:
78
+ constr_prevent_ptg;Verhinderung der Stromproduktion durch PtG:;Prevent power production by PtG:
79
+ constr_prevent_chg;Verhinderung des Aufladens f�r Nicht-Speichertechnologien:;Prevent charging for non-storage technologies:
80
+ constr_max_chg;Maximale Auflade- und Entladebeschr�nkung f�r Speicher:;Maximum storage charging and discharging constraint:
81
+ constr_max_cap_electrolyzer;Maximale Kapazit�t des Elektrolyseurs:;Maximum electrolyzer capacity constraint:
82
+ constr_prod_ptg;H2-Produktion durch PtG:;PtG hydrogen production constraint:
83
+ constr_inf_res;Einspeisung erneuerbarer Energien:;Infeed of renewables constraint:
84
+ constr_max_fil_sto;Maximale F�llstandbeschr�nkung f�r Speicherwerke:;Maximum filling level restriction for storage power plants:
85
+ constr_fil_hyres;F�llstandbeschr�nkung f�r Wasserkraftspeicher:;Filling level restriction for hydro reservoir:
86
+ constr_fil_sto;F�llstandbeschr�nkung f�r andere Speicher:;Filling level restriction for other storages:
87
+ constr_co2_lim;CO2-Beschr�nkung:;CO2 emission constraint:
88
+ ;;
89
+ symb_header1;Symbole;Symbols
90
+ symb_header2;Wir verwenden Gro�- und Kleinbuchstaben f�r Variablen und Parameter. Hochgestellte Buchstaben werden zur weiteren Beschreibung verwendet. Die tiefgestellten Buchstaben stehen f�r Mengen.;We use capital and lowercase letters for variables and parameters. Superscripts are used for further description. Subscripts represent sets.
91
+ symb_header_sets;Sets/Mengen;Sets
92
+ symb_time_steps;Menge der Zeitschritte;Set of time steps
93
+ symb_tech;Menge der Technologien;Set of technologies
94
+ symb_sto_tech;Menge der Speichertechnologien;Set of storage technologies
95
+ symb_conv_tech;Menge der Umwandlungstechnologien;Set of conversion technologies
96
+ symb_ptg;Menge der PtG-Technologien;Set of power-to-gas technologies
97
+ symb_res;Menge der erneuerbaren Erzeugungstechnologien;Set of renewable energy sources
98
+ symb_hyres;Menge der Hydroreservoirs;Set of hydro reservoir technologies
99
+ symb_no_inv;Menge der Technologien, in die nicht investiert wird;Set of technologies without investment
100
+ symb_header_variables;Variablen;Variables
101
+ symb_tot_costs;Gesamtkosten (Zielfunktion);Total costs (objective function)
102
+ symb_c_op;Betriebskosten;Operational costs
103
+ symb_c_inv;Investitionskosten;Investment costs
104
+ symb_inst_cap;Installierte Leistung einer Technologie $i$;Installed capacity of technology $i$
105
+ symb_el_prod;Stromproduktion der Technologie $i$ zum Zeitpunkt $t$;Electricity production of technology $i$ at time $t$
106
+ symb_el_ch;Stromverbrauch zum Laden des Speichers der Technologie $i$ zum Zeitpunkt $t$;Electricity consumption for charging storage of technology $i$ at time $t$
107
+ symb_sto_fil;Speicherf�llstand der Technologie $i$ zum Zeitpunkt $t$;Storage filling level of technology $i$ at time $t$
108
+ symb_curt;Abregelung der erneuerbaren Energie f�r Technologie $i$ zum Zeitpunkt $t$;Curtailment of renewable energy for technology $i$ at time $t$
109
+ symb_h2_ptg;Wasserstoffproduktion f�r die Power-to-Gas-Technologie $i$ zum Zeitpunkt $t$;Hydrogen production for power-to-gas technology $i$ at time $t$
110
+ symb_header_parameters;Parameter;Parameters
111
+ symb_energy_demand;Stromverbrauch zum Zeitpunkt $t$;Energy demand at time $t$
112
+ symb_price_h2;Market Price Hydrogen;Market price hydrogen
113
+ symb_fuel_costs;Brennstoffkosten f�r Technologie $i$;Fuel cost for technology $i$
114
+ symb_c_op_other;Weitere Betriebskosten f�r Technologie $i$;Other operational costs for technology $i$
115
+ symb_c_inv_tech;Investitionskosten f�r Technologie $i$;Investment cost for technology $i$
116
+ symb_eff_fac;Wirkungsgrad der Technologie $i$;Efficiency of technology $i$
117
+ symb_max_cap_tech;Kapazit�t f�r Technologie $i$ zum Zeitpunkt t = 0;Installed capacity for technology $i$ at $t=0$
118
+ symb_co2_fac;CO2-Emissionsfaktor f�r Technologie $i$;CO2 emissions factor for technology $i$
119
+ symb_co2_limit;CO2-Emissionsgrenze;CO2 emissions limit
120
+ symb_etp;Energie-Leistung-Verh�ltnis (Speicherzeit) f�r Speichertechnologie $i$;Energy-to-power ratio for storage technology $i$
121
+ symb_res_supply;Erneuerbare Stromerzeugung zum Zeitpunkt $t$ f�r erneuerbare Technologie $i$;Renewable supply at time $t$ for renewable technology $i$
122
+ symb_hyRes_inflow;Zufluss Hydroreservoir;Inflow for hydro reservoir
123
+ symb_annuity;Annuit�tenfaktor f�r Technologie $i$;Annuity factor for technology $i$
124
+ ;;
125
+ sheet_name_total_costs;Gesamtkosten;Total costs
126
+ sheet_name_co2_price;CO2 Preis;CO2 price
127
+ sheet_name_prices;Preise;Prices
128
+ sheet_name_contribution_margin;Deckungsbeitr�ge;Contribution Margin
129
+ sheet_name_capacities;Kapazit�ten;Capacities
130
+ sheet_name_production;Produktion;Production
131
+ sheet_name_charging;Ein-Ausspeichern;Charging
132
+ sheet_name_demand;Nachfrage;Demand
133
+ sheet_name_curtailment;Abregelung;Curtailment
134
+ sheet_name_h2_production;H2 Produktion;H2 production
135
+ ;;
136
+ label_build_model;Erstelle das Modell�;Build model�
137
+ label_solve_model;L�se das Modell�;Solve model...
138
+ label_generate_plots;Grafiken erstellen�;Generate output figures�
media/Logo_HEMF.svg ADDED
media/Logo_UDE.svg ADDED
media/OPT____S.ttf ADDED
Binary file (69.3 kB). View file
 
media/OPT____S.woff2 ADDED
Binary file (32.2 kB). View file
 
media/favicon.ico ADDED
model_data.pkl ADDED
@@ -0,0 +1,3 @@
 
 
 
 
1
+ version https://git-lfs.github.com/spec/v1
2
+ oid sha256:7e8333b788fd8e853be74fca60a4cfb4c57c32177bd4ebc6fb2bc9f971302521
3
+ size 1373852
requirements.txt CHANGED
@@ -1,3 +1,9 @@
1
- altair
2
- pandas
3
- streamlit
 
 
 
 
 
 
 
1
+ numpy
2
+ pandas
3
+ xarray
4
+ plotly
5
+ streamlit
6
+ xlsxwriter
7
+ linopy
8
+ openpyxl
9
+ highspy
sourced.py ADDED
@@ -0,0 +1,215 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ # %%
2
+ import pandas as pd
3
+
4
+ import pickle
5
+
6
+
7
+ # %%
8
+ # Define the file path for the pickle file
9
+ pickle_file_path = 'model_data.pkl'
10
+
11
+ # Function to save dictionaries to a pickle file
12
+ def save_to_pickle(sets_dict, params_dict):
13
+ with open(pickle_file_path, 'wb') as file:
14
+ pickle.dump({'sets': sets_dict, 'params': params_dict}, file)
15
+
16
+ # Function to load dictionaries from a pickle file
17
+ def load_from_pickle():
18
+ with open(pickle_file_path, 'rb') as file:
19
+ data = pickle.load(file)
20
+ return data['sets'], data['params']
21
+
22
+
23
+
24
+ def load_data_from_excel(url_excel, write_to_pickle_flag = True):
25
+
26
+
27
+
28
+ # Timesteps
29
+ df_excel = pd.read_excel(url_excel, sheet_name='Timesteps_All', header=None)
30
+ t = pd.Index(df_excel.iloc[:, 0], name='t')
31
+
32
+ # Technologies
33
+ df_excel = pd.read_excel(url_excel, sheet_name='Technologies')
34
+ i = pd.Index(df_excel.iloc[:, 0], name='i')
35
+
36
+ df_excel = pd.read_excel(url_excel, sheet_name='Technologies')
37
+ iConv = pd.Index(df_excel.iloc[0:7, 2], name='iConv')
38
+
39
+ df_excel = pd.read_excel(url_excel, sheet_name='Technologies')
40
+ iRes = pd.Index(df_excel.iloc[0:4, 4], name='iRes')
41
+
42
+ df_excel = pd.read_excel(url_excel, sheet_name='Technologies')
43
+ iSto = pd.Index(df_excel.iloc[0:2, 6], name='iSto')
44
+
45
+ df_excel = pd.read_excel(url_excel, sheet_name='Technologies')
46
+ iPtG = pd.Index(df_excel.iloc[0:1, 8], name='iPtG')
47
+
48
+ df_excel = pd.read_excel(url_excel, sheet_name='Technologies')
49
+ iHyRes = pd.Index(df_excel.iloc[0:1, 10], name='iHyRes')
50
+
51
+ # Parameters
52
+ l_co2 = pd.read_excel(url_excel, sheet_name='CO2_Cap').iloc[0,0]
53
+ p_co2 = 0
54
+ dt = 1
55
+
56
+ # Demand
57
+ df_excel= pd.read_excel(url_excel, sheet_name = 'Demand')
58
+ #df_melt = pd.melt(df_excel, id_vars='Zeit')
59
+ df_excel = df_excel.rename(columns = {'Timesteps':'t', 'Unnamed: 1':'Demand'})
60
+ #df_excel = i.to_frame().reset_index(drop=True).merge(df_excel, how = 'left')
61
+ df_excel = df_excel.fillna(0)
62
+ df_excel = df_excel.set_index('t')
63
+ D_t = df_excel.iloc[:,0].to_xarray()
64
+
65
+ ## Efficiencies
66
+ df_excel = pd.read_excel(url_excel, sheet_name = 'Efficiency')
67
+ df_excel = df_excel.rename(columns = {'All':'i', 'Unnamed: 1':'Efficiency'})
68
+ df_excel = i.to_frame().reset_index(drop=True).merge(df_excel, how = 'left')
69
+ df_excel = df_excel.fillna(0)
70
+ df_excel = df_excel.set_index('i')
71
+ eff_i = df_excel.iloc[:,0].to_xarray()
72
+
73
+ ## Lifespan
74
+ df_excel = pd.read_excel(url_excel, sheet_name = 'Lifespan')
75
+ df_excel = df_excel.rename(columns = {'All':'i', 'Unnamed: 1':'Lifespan'})
76
+ df_excel = i.to_frame().reset_index(drop=True).merge(df_excel, how = 'left')
77
+ df_excel = df_excel.fillna(0)
78
+ df_excel = df_excel.set_index('i')
79
+ life_i = df_excel.iloc[:,0].to_xarray()
80
+
81
+ ## Variable costs
82
+ # Fuel costs
83
+ df_excel = pd.read_excel(url_excel, sheet_name = 'FuelCosts')
84
+ df_excel = df_excel.rename(columns = {'Conventionals':'i', 'Unnamed: 1':'FuelCosts'})
85
+ df_excel = i.to_frame().reset_index(drop=True).merge(df_excel, how = 'left')
86
+ df_excel = df_excel.fillna(0)
87
+ df_excel = df_excel.set_index('i')
88
+ c_fuel_i = df_excel.iloc[:,0].to_xarray()
89
+ # Apply slider value
90
+ #c_fuel_i.loc[dict(i = 'Fossil Gas')] = price_gas
91
+ #c_fuel_i.loc[dict(i = 'H2')] = price_h2
92
+
93
+ # Other var. costs
94
+ df_excel = pd.read_excel(url_excel, sheet_name = 'OtherVarCosts')
95
+ df_excel = df_excel.rename(columns = {'Conventionals':'i', 'Unnamed: 1':'OtherVarCosts'})
96
+ df_excel = i.to_frame().reset_index(drop=True).merge(df_excel, how = 'left')
97
+ df_excel = df_excel.fillna(0)
98
+ df_excel = df_excel.set_index('i')
99
+ c_other_i = df_excel.iloc[:,0].to_xarray()
100
+
101
+ # Investment costs
102
+ df_excel = pd.read_excel(url_excel, sheet_name = 'InvCosts')
103
+ df_excel = df_excel.rename(columns = {'All':'i', 'Unnamed: 1':'InvCosts'})
104
+ df_excel = i.to_frame().reset_index(drop=True).merge(df_excel, how = 'left')
105
+ df_excel = df_excel.fillna(0)
106
+ df_excel = df_excel.set_index('i')
107
+ interest_rate = 0.07
108
+ annuity_factor_i = (interest_rate * (1 + interest_rate)**life_i) / ((1 + interest_rate)**life_i - 1)
109
+ c_inv_i = df_excel.iloc[:,0].to_xarray()*1000*annuity_factor_i
110
+
111
+ # Emission factor
112
+ df_excel = pd.read_excel(url_excel, sheet_name = 'EmFactor')
113
+ df_excel = df_excel.rename(columns = {'Conventionals':'i', 'Unnamed: 1':'EmFactor'})
114
+ df_excel = i.to_frame().reset_index(drop=True).merge(df_excel, how = 'left')
115
+ df_excel = df_excel.fillna(0)
116
+ df_excel = df_excel.set_index('i')
117
+ co2_factor_i = df_excel.iloc[:,0].to_xarray()
118
+
119
+ ## Calculation of variable costs
120
+ c_var_i = (c_fuel_i.sel(i = iConv) + p_co2 * co2_factor_i.sel(i = iConv)) / eff_i.sel(i = iConv) + c_other_i.sel(i = iConv)
121
+
122
+ # RES capacity factors
123
+ #df_excel = pd.read_excel(url_excel, sheet_name = 'RES',header=[0,1])
124
+ #df_excel = pd.read_excel(url_excel, sheet_name = 'RES', index_col=['Timesteps'], columns=['PV', 'WindOn', 'WindOff', 'RoR'])
125
+ df_excel = pd.read_excel(url_excel, sheet_name = 'RES')
126
+ df_excel = df_excel.set_index(['Timesteps'])
127
+ df_test = df_excel
128
+ df_excel = df_excel.stack()
129
+ #df_excel = df_excel.rename(columns={'PV', 'WindOn', 'WindOff', 'RoR'})
130
+ df_test2 = df_excel
131
+ #df_excel = i.to_frame().reset_index(drop=True).merge(df_excel, how = 'left')
132
+ #df_excel = df_excel.fillna(0)
133
+
134
+ #df_test = df_excel.set_index(['Timesteps', 'PV', 'WindOn', 'WindOff', 'RoR']).stack([0])
135
+ #df_test.index = df_test.index.set_names(['t','i'])
136
+ s_t_r_iRes = df_excel.to_xarray().rename({'level_1': 'i','Timesteps':'t'})
137
+
138
+ #s_t_r_iRes = df_excel.iloc[:,0].to_xarray()
139
+
140
+ # Base capacities
141
+ df_excel = pd.read_excel(url_excel, sheet_name = 'InstalledCap')
142
+ df_excel = df_excel.rename(columns = {'All':'i', 'Unnamed: 1':'InstalledCap'})
143
+ df_excel = i.to_frame().reset_index(drop=True).merge(df_excel, how = 'left')
144
+ df_excel = df_excel.fillna(0)
145
+ df_excel = df_excel.set_index('i')
146
+ K_0_i = df_excel.iloc[:,0].to_xarray()
147
+
148
+ # Energy-to-power ratio storages
149
+ df_excel = pd.read_excel(url_excel, sheet_name = 'E2P')
150
+ df_excel = df_excel.rename(columns = {'Storage':'i', 'Unnamed: 1':'E2P ratio'})
151
+ #df_excel = i.to_frame().reset_index(drop=True).merge(df_excel, how = 'left')
152
+ df_excel = df_excel.fillna(0)
153
+ df_excel = df_excel.set_index('i')
154
+ e2p_iSto = df_excel.iloc[:,0].to_xarray()
155
+
156
+ # Inflow for hydro reservoir
157
+ df_excel = pd.read_excel(url_excel, sheet_name = 'HydroInflow')
158
+ df_excel = df_excel.rename(columns = {'Timesteps':'t', 'Hydro Water Reservoir':'Inflow'})
159
+ df_excel = df_excel.fillna(0)
160
+ df_excel = df_excel.set_index('t')
161
+ h_t = df_excel.iloc[:,0].to_xarray()
162
+
163
+
164
+
165
+ sets_dict = {}
166
+ params_dict = {}
167
+ # Append parameters to the dictionary
168
+ sets_dict['t'] = t
169
+ sets_dict['i'] = i
170
+ sets_dict['iSto'] = iSto
171
+ sets_dict['iConv'] = iConv
172
+ sets_dict['iPtG'] = iPtG
173
+ sets_dict['iRes'] = iRes
174
+ sets_dict['iHyRes'] = iHyRes
175
+ # Append parameters to the dictionary
176
+ params_dict['l_co2'] = l_co2
177
+ params_dict['p_co2'] = p_co2
178
+ params_dict['dt'] = dt
179
+ params_dict['D_t'] = D_t
180
+ params_dict['eff_i'] = eff_i
181
+ params_dict['life_i'] = life_i
182
+ params_dict['c_fuel_i'] = c_fuel_i
183
+ params_dict['c_other_i'] = c_other_i
184
+ params_dict['c_inv_i'] = c_inv_i
185
+ params_dict['co2_factor_i'] = co2_factor_i
186
+ params_dict['c_var_i'] = c_var_i
187
+ params_dict['s_t_r_iRes'] = s_t_r_iRes
188
+ params_dict['K_0_i'] = K_0_i
189
+ params_dict['e2p_iSto'] = e2p_iSto
190
+ params_dict['h_t'] = h_t
191
+
192
+ if write_to_pickle_flag:
193
+ save_to_pickle(sets_dict, params_dict)
194
+
195
+ return sets_dict, params_dict
196
+
197
+
198
+ # %%
199
+ # # Example usage:
200
+ # url_excel = "Input_Jahr_2021.xlsx" # Replace with your actual file path
201
+ # limit_co2 = 0.5
202
+ # price_co2 = 50
203
+ # price_gas = 3
204
+ # price_h2 = 5
205
+
206
+ # sets, params = load_data_from_excel(url_excel,write_to_pickle_flag=True)
207
+
208
+ # # %%
209
+ # sets, params = load_data_from_excel(url_excel,load_from_pickle_flag=True)
210
+ # # %%
211
+
212
+
213
+ if __name__ == "__main__":
214
+ url_excel = r'Input_Jahr_2023.xlsx'
215
+ sets_dict, params_dict= load_data_from_excel(url_excel, write_to_pickle_flag= False)